data:image/png;base64,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data:image/png;base64,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Edit these remaining blocks to solve other mazes. Be sure to swap with "Escape Maze 1" block.Click on the Board sprite to access the maze drawing blocks.Replace the "Draw Maze 1" block with these blocks to display the other mazes.These 5 mazes are already created for you. forward turn turnLeft setHeading doFaceTowards gotoXY doGotoObject doGlide changeXPosition setXPosition changeYPosition setYPosition bounceOffEdge xPosition yPosition direction013510-10901datamapmany1data lists11110iTerry LyMoves the sprite to escape the maze by rotating and moving forward.- Terry LyMoves the sprite to escape the maze.- Terry LyTerry LyRobot2707Clears the maze by rotating and moving forward.. - Terry LyTerry Ly40140,-1400,0,0,0,0,0,0,01,1,1,1,1,1,1,01,0,0,0,0,0,1,01,0,1,1,1,0,1,01,0,1,0,0,0,1,01,0,1,1,1,1,1,01,0,0,0,0,0,0,01,1,1,1,1,1,1,1